基于超声波波速的钢管混凝土带球冠形脱空缺陷定量评估模型

QUANTITATIVE EVALUATION MODEL OF CONCRETE-FILLED STEEL TUBES WITH SPHERICAL-CAP GAPS UPON ULTRASONIC PULSE VELOCITY

  • 摘要: 为研究球冠形脱空缺陷对钢管混凝土拱桥超声波检测的影响机理及灌注成桥后的密实性评估,研究提出了一种基于超声波波速的钢管混凝土带球冠形脱空缺陷定量评估模型。通过开展试验检测并搜集遴选了1365组试验检测数据补充完善现有数据库;通过对试验数据的分析,揭示了脱空缺陷对超声波波速的影响机理,建立了考虑脱空缺陷影响的超声波波速计算模型;进而考虑时变特性对超声波波速的耦合影响,并通过引入脱空率影响系数和时间系数,结合非线性回归分析确定模型参数取值,提出了基于超声波波速的钢管混凝土带球冠形脱空缺陷定量评估模型;通过与现有模型和试验数据的对比分析,验证了该模型的有效性。分析表明:球冠形脱空缺陷的存在(脱空率在0.5%~9.2%)导致钢管混凝土试件的超声波波速检测结果下降幅度达4.4%~22.8%,且当脱空率≤5.5%时,脱空缺陷对超声波波速的影响较为显著;结合脱空率修正函数和时变函数,不仅可以构建脱空率和超声波波速之间的显示函数关系,而且可以满足不同检测龄期的要求;当混凝土抗压强度、检测龄期和脱空率等参数取不同取值时,所建立的模型预测精度均达到90%以上,对管内混凝土的密实性能及缺陷评估具有较好的计算精度和适用性。

     

    Abstract: To study the influence mechanism of spherical-cap gaps on ultrasonic detection of the arch bridge equipped with concrete-filled steel tubes and to evaluate its ultrasonic compactness after the filling is finished, proposed is a quantitative evaluation model of spherical-cap gap defects of concrete-filled steel tubes based on ultrasonic pulse velocity. A total of 1365 groups of detection data for ultrasonic pulse velocity in CFST were collected to supplement the existing database. The influence mechanism of spherical-cap gaps on ultrasonic pulse velocity were revealed through test data analysis. A calculation model of ultrasonic pulse velocity considering the effect of spherical-cap gaps was established. Considering the coupling effect of time-varying characteristics on ultrasonic pulse velocity, a quantitative evaluation model was proposed by introducing the gap ratio and the time factor according to the parameters used in the two-stage regression analysis. The applicability of the proposed model was verified by comparing with the traditional model and experimental data. Analysis shows that the existence of spherical-cap gaps (gap ratio from 0.5% to 9.2%) leads to a decrease of 4.4% to 22.8% in the ultrasonic pulse velocity detection results of concrete-filled steel tube specimens. When the spherical-cap gaps are less than 5.5%, the spherical-cap gaps defects on the ultrasonic wave velocity had a more significant impact. By combining the modified function of gap ratio and time-varying function, the proposed model not only can explicit expressive function between gap ratio and ultrasonic pulse velocity, but also be requirements of different detection ages. When the parameters of concrete compressive strength, of detection age, and of gap ratio are assigned with different values, the accuracy of the model proposed can exceed 90%, adding higher computational accuracy and applicability to the evaluation of the compacting performance of the concrete in the pipe of the arch bridge.

     

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